[HTML][HTML] Hilfer fractional stochastic evolution equations on the positive semi-axis
M Yang, Q Huan, H Cui, Q Wang - Alexandria Engineering Journal, 2024 - Elsevier
The focus of this article lies in the existence of global mild solutions for Hilfer fractional
stochastic evolution equations (HFSEEs) on the positive semi-axis (0,+∞) with a derivative …
stochastic evolution equations (HFSEEs) on the positive semi-axis (0,+∞) with a derivative …
[HTML][HTML] Optimum solution of -Hilfer FDEs by -condensing operators and the incorporated measure of noncompactness
The notion of $\mathcal {A} $-condensing operators via the measure of noncompactness is
proposed, which retains the existing classes of condensing operators. Results concerning …
proposed, which retains the existing classes of condensing operators. Results concerning …
Generalized Fractional (ρ, k, φ)‐Proportional Hilfer Derivatives and Some Properties
H Wang - Journal of Mathematics, 2024 - Wiley Online Library
Building on previous work in fractional calculus, this paper introduces new definitions for the
(ρ, k, φ)‐proportional integral and (ρ, k, φ)‐proportional H fractional derivative. This new …
(ρ, k, φ)‐proportional integral and (ρ, k, φ)‐proportional H fractional derivative. This new …
[PDF][PDF] Optimum solution of (k, 2)-Hilfer FDEs by A-condensing operators and the incorporated measure of noncompactness
The notion of A-condensing operators via the measure of noncompactness is proposed,
which retains the existing classes of condensing operators. Results concerning the …
which retains the existing classes of condensing operators. Results concerning the …